Immortality is often ridiculous or cruel: few of us would…
““Immortality is often ridiculous or cruel: few of us would have chosen to be Og or Ananias or Gallio. Even in mathematics, history sometimes plays strange tricks; Rolle figures in the textbooks of elementary calculus as if he had been a mathematician like Newton; Farey is immortal because he failed to understand a theorem which Haros had proved perfectly fourteen years before; the names of five worthy Norwegians still stand in Abel’s Life, just for one act of conscientious imbecility, dutifully performed at the expense of their country’s greatest man. But on the whole the history of science is fair, and this is particularly true in mathematics. No other subject has such clear-cut or unanimously accepted standards, and the men who are remembered are almost always the men who merit it. Mathematical fame, if you have the cash to pay for it, is one of the soundest and steadiest of investments.””
About This Quote
This interpretation was drafted with AI assistance. It is one reading of the quote, not the author's own explanation.
Mathematical fame is earned by merit, not by accidental or political reasons, and it is a reliable investment for those who can afford it.
In simple terms: Fame in math comes from real achievement, not luck.
Key Takeaway
Focus on genuine contribution.
Themes
merit
fame
history
science
investment
Mood
reflective
analytical
Type
philosophical
inspirational
When to use this quote
- academic career
- research funding
- publishing
- teaching
- public outreach
Key Concepts
mathematics
recognition
legacy
Questions to Reflect On
- What criteria truly measure lasting impact?
- How can we ensure fair recognition?
A Different Perspective
Even merit can be overlooked due to bias or circumstance.